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Encoder

An encoder is a circuit that changes a set of signals into a code. Let's begin making a 2-to-1 line encoder truth table by reversing the 1-to-2 decoder truth table.


Encoder-1

This truth table is a little short. A complete truth table would be


Encoder-2

One question we need to answer is what to do with those other inputs? Do we ignore them? Do we have them generate an additional error output? In many circuits this problem is solved by adding sequential logic in order to know not just what input is active but also which order the inputs became active.



A more useful application of combinational encoder design is a binary to 7-segment encoder. The seven segments are given according


Encoder-3

Our truth table is:

Encoder-4

Deciding what to do with the remaining six entries of the truth table is easier with this circuit. This circuit should not be expected to encode an undefined combination of inputs, so we can leave them as "don't care" when we design the circuit. The equations were simplified with karnaugh maps.

Encoder-5 Encoder-6 Encoder-7

The collection of equations is summarised here:

Encoder-8 Encoder-9

And the corresponding ladder diagram:

Encoder-10
Private Tuitions and Classroom Coaching for all BSC, BTECH, MCA Students Private Tuitions and Classroom Coaching for all BSC, BTECH, MCA Students

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